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Jamesy
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19 Jan 2009, 11:37 am

If someone is twice the size of another person how much taller would that person be in inches compared to the smaller person?



DeLoreanDude
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19 Jan 2009, 12:01 pm

Depends on the height of the first person.



Erminea
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19 Jan 2009, 12:21 pm

8O 42"



Greyhound
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19 Jan 2009, 4:37 pm

DeLoreanDude wrote:
Depends on the height of the first person.

I agree.


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twoshots
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19 Jan 2009, 5:10 pm

Well, not necessarily, he said "size". So it would depend on what he meant by size. For example, suppose we have the typical American, 5'4" and 500 pounds. Then compare this with the typical Canadian, who is 5'4" but only 250 lbs. Ergo, the American is twice the size, but the height difference is zero inches.


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twoshots
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19 Jan 2009, 5:31 pm

Let's refine this discussion. Suppose we set our BMI to a target of 23 = lbs*703/ht^2.
Let a = the base fatassness, so 23 = 703a/ht =>
ht^2 = 30.6a => ht=5.5√a
Simply by plugging in someone with twice the fatassness, 2a, we derive a formula for ht' in terms of the lard of the smaller individual.
ht' = 5.5√2a
Thus
Δht = 5.5(√a)(√(2)-1) ~ 2.29√a

∴Δht ~ 2.29√a

Which is still non constant, of course...


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DeLoreanDude
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20 Jan 2009, 12:21 pm

twoshots wrote:
Let's refine this discussion. Suppose we set our BMI to a target of 23 = lbs*703/ht^2.
Let a = the base fatassness, so 23 = 703a/ht =>
ht^2 = 30.6a => ht=5.5√a
Simply by plugging in someone with twice the fatassness, 2a, we derive a formula for ht' in terms of the lard of the smaller individual.
ht' = 5.5√2a
Thus
Δht = 5.5(√a)(√(2)-1) ~ 2.29√a

∴Δht ~ 2.29√a

Which is still non constant, of course...


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gemstone123
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20 Jan 2009, 12:45 pm

twoshots wrote:
Let's refine this discussion. Suppose we set our BMI to a target of 23 = lbs*703/ht^2.
Let a = the base fatassness, so 23 = 703a/ht =>
ht^2 = 30.6a => ht=5.5√a
Simply by plugging in someone with twice the fatassness, 2a, we derive a formula for ht' in terms of the lard of the smaller individual.
ht' = 5.5√2a
Thus
Δht = 5.5(√a)(√(2)-1) ~ 2.29√a

∴Δht ~ 2.29√a

Which is still non constant, of course...


8O



twoshots
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20 Jan 2009, 6:43 pm

What, you've never seen algebra before? I never even got into the fact that this is actually a 2 variable problem...
Image
*weight of the smaller individual ranging from 100-300
*BMI ranging from 15 to 40
*height difference is the dependent variable

Overcomplication is always fun.


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HaliaTotheres
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20 Jan 2009, 9:20 pm

statistically..(i think thats the right word) wouldn't it also be...100% larger? Please correct me if i'm wrong, because i'm curious



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20 Jan 2009, 9:45 pm

gemstone123 wrote:
twoshots wrote:
Let's refine this discussion. Suppose we set our BMI to a target of 23 = lbs*703/ht^2.
Let a = the base fatassness, so 23 = 703a/ht =>
ht^2 = 30.6a => ht=5.5√a
Simply by plugging in someone with twice the fatassness, 2a, we derive a formula for ht' in terms of the lard of the smaller individual.
ht' = 5.5√2a
Thus
Δht = 5.5(√a)(√(2)-1) ~ 2.29√a

∴Δht ~ 2.29√a

Which is still non constant, of course...


8O


Now twoshots was the delta to refrence the change in height from person 1 to 2...


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